Multiple Linear Regression - Estimated Regression Equation |
Depression[t] = + 24.5485 -0.809448Happiness[t] + e[t] |
Multiple Linear Regression - Ordinary Least Squares | |||||
Variable | Parameter | S.D. | T-STAT H0: parameter = 0 | 2-tail p-value | 1-tail p-value |
(Intercept) | 24.5485 | 0.957696 | 25.63 | 2.31781e-73 | 1.1589e-73 |
Happiness | -0.809448 | 0.0697034 | -11.61 | 1.99615e-25 | 9.98073e-26 |
Multiple Linear Regression - Regression Statistics | |
Multiple R | 0.582933 |
R-squared | 0.339811 |
Adjusted R-squared | 0.337291 |
F-TEST (value) | 134.856 |
F-TEST (DF numerator) | 1 |
F-TEST (DF denominator) | 262 |
p-value | 0 |
Multiple Linear Regression - Residual Statistics | |
Residual Standard Deviation | 2.82446 |
Sum Squared Residuals | 2090.13 |
Multiple Linear Regression - Actuals, Interpolation, and Residuals | |||
Time or Index | Actuals | Interpolation Forecast | Residuals Prediction Error |
1 | 12 | 13.2162 | -1.21622 |
2 | 11 | 9.97843 | 1.02157 |
3 | 14 | 15.6446 | -1.64456 |
4 | 12 | 14.8351 | -2.83511 |
5 | 21 | 11.5973 | 9.40268 |
6 | 12 | 9.97843 | 2.02157 |
7 | 22 | 13.2162 | 8.78378 |
8 | 11 | 13.2162 | -2.21622 |
9 | 10 | 12.4068 | -2.40677 |
10 | 13 | 12.4068 | 0.593231 |
11 | 10 | 10.7879 | -0.787874 |
12 | 8 | 9.16898 | -1.16898 |
13 | 15 | 16.454 | -1.45401 |
14 | 14 | 11.5973 | 2.40268 |
15 | 10 | 9.97843 | 0.0215731 |
16 | 14 | 13.2162 | 0.783783 |
17 | 14 | 13.2162 | 0.783783 |
18 | 11 | 10.7879 | 0.212126 |
19 | 10 | 13.2162 | -3.21622 |
20 | 13 | 11.5973 | 1.40268 |
21 | 9.5 | 9.97843 | -0.478427 |
22 | 14 | 15.6446 | -1.64456 |
23 | 12 | 13.2162 | -1.21622 |
24 | 14 | 14.8351 | -0.835112 |
25 | 11 | 10.7879 | 0.212126 |
26 | 9 | 17.2635 | -8.26345 |
27 | 11 | 11.5973 | -0.597322 |
28 | 15 | 13.2162 | 1.78378 |
29 | 14 | 12.4068 | 1.59323 |
30 | 13 | 15.6446 | -2.64456 |
31 | 9 | 11.5973 | -2.59732 |
32 | 15 | 14.0257 | 0.974336 |
33 | 10 | 10.7879 | -0.787874 |
34 | 11 | 12.4068 | -1.40677 |
35 | 13 | 13.2162 | -0.216217 |
36 | 8 | 11.5973 | -3.59732 |
37 | 20 | 17.2635 | 2.73655 |
38 | 12 | 12.4068 | -0.406769 |
39 | 10 | 10.7879 | -0.787874 |
40 | 10 | 14.0257 | -4.02566 |
41 | 9 | 12.4068 | -3.40677 |
42 | 14 | 11.5973 | 2.40268 |
43 | 8 | 11.5973 | -3.59732 |
44 | 14 | 14.8351 | -0.835112 |
45 | 11 | 12.4068 | -1.40677 |
46 | 13 | 15.6446 | -2.64456 |
47 | 9 | 12.4068 | -3.40677 |
48 | 11 | 12.4068 | -1.40677 |
49 | 15 | 10.7879 | 4.21213 |
50 | 11 | 14.0257 | -3.02566 |
51 | 10 | 11.5973 | -1.59732 |
52 | 14 | 13.2162 | 0.783783 |
53 | 18 | 15.6446 | 2.35544 |
54 | 14 | 14.8351 | -0.835112 |
55 | 11 | 14.8351 | -3.83511 |
56 | 14.5 | 12.4068 | 2.09323 |
57 | 13 | 11.5973 | 1.40268 |
58 | 9 | 12.4068 | -3.40677 |
59 | 10 | 14.8351 | -4.83511 |
60 | 15 | 14.8351 | 0.164888 |
61 | 20 | 18.0729 | 1.9271 |
62 | 12 | 14.0257 | -2.02566 |
63 | 12 | 15.6446 | -3.64456 |
64 | 14 | 13.2162 | 0.783783 |
65 | 13 | 12.4068 | 0.593231 |
66 | 11 | 16.454 | -5.45401 |
67 | 17 | 15.6446 | 1.35544 |
68 | 12 | 14.8351 | -2.83511 |
69 | 13 | 12.4068 | 0.593231 |
70 | 14 | 12.4068 | 1.59323 |
71 | 13 | 13.2162 | -0.216217 |
72 | 15 | 11.5973 | 3.40268 |
73 | 13 | 12.4068 | 0.593231 |
74 | 10 | 12.4068 | -2.40677 |
75 | 11 | 14.0257 | -3.02566 |
76 | 19 | 14.8351 | 4.16489 |
77 | 13 | 10.7879 | 2.21213 |
78 | 17 | 14.0257 | 2.97434 |
79 | 13 | 12.4068 | 0.593231 |
80 | 9 | 14.0257 | -5.02566 |
81 | 11 | 12.4068 | -1.40677 |
82 | 9 | 12.4068 | -3.40677 |
83 | 12 | 11.5973 | 0.402678 |
84 | 12 | 12.4068 | -0.406769 |
85 | 13 | 13.2162 | -0.216217 |
86 | 13 | 12.4068 | 0.593231 |
87 | 12 | 13.2162 | -1.21622 |
88 | 15 | 14.0257 | 0.974336 |
89 | 22 | 18.8823 | 3.11765 |
90 | 13 | 10.7879 | 2.21213 |
91 | 15 | 14.0257 | 0.974336 |
92 | 13 | 12.4068 | 0.593231 |
93 | 15 | 13.2162 | 1.78378 |
94 | 12.5 | 14.0257 | -1.52566 |
95 | 11 | 11.5973 | -0.597322 |
96 | 16 | 14.8351 | 1.16489 |
97 | 11 | 13.2162 | -2.21622 |
98 | 11 | 10.7879 | 0.212126 |
99 | 10 | 12.4068 | -2.40677 |
100 | 10 | 10.7879 | -0.787874 |
101 | 16 | 14.8351 | 1.16489 |
102 | 12 | 11.5973 | 0.402678 |
103 | 11 | 15.6446 | -4.64456 |
104 | 16 | 12.4068 | 3.59323 |
105 | 19 | 17.2635 | 1.73655 |
106 | 11 | 11.5973 | -0.597322 |
107 | 16 | 12.4068 | 3.59323 |
108 | 15 | 16.454 | -1.45401 |
109 | 24 | 16.454 | 7.54599 |
110 | 14 | 12.4068 | 1.59323 |
111 | 15 | 15.6446 | -0.644559 |
112 | 11 | 14.0257 | -3.02566 |
113 | 15 | 13.2162 | 1.78378 |
114 | 12 | 9.97843 | 2.02157 |
115 | 10 | 11.5973 | -1.59732 |
116 | 14 | 13.2162 | 0.783783 |
117 | 13 | 13.2162 | -0.216217 |
118 | 9 | 13.2162 | -4.21622 |
119 | 15 | 13.2162 | 1.78378 |
120 | 15 | 14.8351 | 0.164888 |
121 | 14 | 13.2162 | 0.783783 |
122 | 11 | 12.4068 | -1.40677 |
123 | 8 | 12.4068 | -4.40677 |
124 | 11 | 12.4068 | -1.40677 |
125 | 11 | 14.0257 | -3.02566 |
126 | 8 | 10.7879 | -2.78787 |
127 | 10 | 10.7879 | -0.787874 |
128 | 11 | 9.16898 | 1.83102 |
129 | 13 | 12.4068 | 0.593231 |
130 | 11 | 14.0257 | -3.02566 |
131 | 20 | 17.2635 | 2.73655 |
132 | 10 | 12.4068 | -2.40677 |
133 | 15 | 12.4068 | 2.59323 |
134 | 12 | 12.4068 | -0.406769 |
135 | 14 | 11.5973 | 2.40268 |
136 | 23 | 15.6446 | 7.35544 |
137 | 14 | 13.2162 | 0.783783 |
138 | 16 | 15.6446 | 0.355441 |
139 | 11 | 12.4068 | -1.40677 |
140 | 12 | 14.0257 | -2.02566 |
141 | 10 | 12.4068 | -2.40677 |
142 | 14 | 11.5973 | 2.40268 |
143 | 12 | 13.2162 | -1.21622 |
144 | 12 | 12.4068 | -0.406769 |
145 | 11 | 11.5973 | -0.597322 |
146 | 12 | 11.5973 | 0.402678 |
147 | 13 | 15.6446 | -2.64456 |
148 | 11 | 14.8351 | -3.83511 |
149 | 19 | 17.2635 | 1.73655 |
150 | 12 | 11.5973 | 0.402678 |
151 | 17 | 14.0257 | 2.97434 |
152 | 9 | 11.5973 | -2.59732 |
153 | 12 | 14.8351 | -2.83511 |
154 | 19 | 17.2635 | 1.73655 |
155 | 18 | 14.0257 | 3.97434 |
156 | 15 | 14.0257 | 0.974336 |
157 | 14 | 13.2162 | 0.783783 |
158 | 11 | 9.16898 | 1.83102 |
159 | 9 | 14.0257 | -5.02566 |
160 | 18 | 14.8351 | 3.16489 |
161 | 16 | 14.0257 | 1.97434 |
162 | 24 | 16.454 | 7.54599 |
163 | 14 | 13.2162 | 0.783783 |
164 | 20 | 11.5973 | 8.40268 |
165 | 18 | 16.454 | 1.54599 |
166 | 23 | 15.6446 | 7.35544 |
167 | 12 | 13.2162 | -1.21622 |
168 | 14 | 14.8351 | -0.835112 |
169 | 16 | 17.2635 | -1.26345 |
170 | 18 | 17.2635 | 0.736545 |
171 | 20 | 15.6446 | 4.35544 |
172 | 12 | 11.5973 | 0.402678 |
173 | 12 | 17.2635 | -5.26345 |
174 | 17 | 14.0257 | 2.97434 |
175 | 13 | 11.5973 | 1.40268 |
176 | 9 | 14.0257 | -5.02566 |
177 | 16 | 17.2635 | -1.26345 |
178 | 18 | 14.8351 | 3.16489 |
179 | 10 | 11.5973 | -1.59732 |
180 | 14 | 15.6446 | -1.64456 |
181 | 11 | 13.2162 | -2.21622 |
182 | 9 | 14.0257 | -5.02566 |
183 | 11 | 12.4068 | -1.40677 |
184 | 10 | 13.2162 | -3.21622 |
185 | 11 | 11.5973 | -0.597322 |
186 | 19 | 14.0257 | 4.97434 |
187 | 14 | 13.2162 | 0.783783 |
188 | 12 | 12.4068 | -0.406769 |
189 | 14 | 14.0257 | -0.0256644 |
190 | 21 | 15.6446 | 5.35544 |
191 | 13 | 15.6446 | -2.64456 |
192 | 10 | 13.2162 | -3.21622 |
193 | 15 | 12.4068 | 2.59323 |
194 | 16 | 15.6446 | 0.355441 |
195 | 14 | 12.4068 | 1.59323 |
196 | 12 | 14.8351 | -2.83511 |
197 | 19 | 13.2162 | 5.78378 |
198 | 15 | 13.2162 | 1.78378 |
199 | 19 | 18.0729 | 0.927098 |
200 | 13 | 14.0257 | -1.02566 |
201 | 17 | 17.2635 | -0.263455 |
202 | 12 | 12.4068 | -0.406769 |
203 | 11 | 10.7879 | 0.212126 |
204 | 14 | 14.0257 | -0.0256644 |
205 | 11 | 12.4068 | -1.40677 |
206 | 13 | 12.4068 | 0.593231 |
207 | 12 | 13.2162 | -1.21622 |
208 | 15 | 11.5973 | 3.40268 |
209 | 14 | 14.0257 | -0.0256644 |
210 | 12 | 11.5973 | 0.402678 |
211 | 17 | 17.2635 | -0.263455 |
212 | 11 | 11.5973 | -0.597322 |
213 | 18 | 15.6446 | 2.35544 |
214 | 13 | 16.454 | -3.45401 |
215 | 17 | 15.6446 | 1.35544 |
216 | 13 | 12.4068 | 0.593231 |
217 | 11 | 10.7879 | 0.212126 |
218 | 12 | 13.2162 | -1.21622 |
219 | 22 | 18.0729 | 3.9271 |
220 | 14 | 12.4068 | 1.59323 |
221 | 12 | 15.6446 | -3.64456 |
222 | 12 | 11.5973 | 0.402678 |
223 | 17 | 16.454 | 0.545993 |
224 | 9 | 12.4068 | -3.40677 |
225 | 21 | 17.2635 | 3.73655 |
226 | 10 | 11.5973 | -1.59732 |
227 | 11 | 9.16898 | 1.83102 |
228 | 12 | 14.8351 | -2.83511 |
229 | 23 | 18.0729 | 4.9271 |
230 | 13 | 15.6446 | -2.64456 |
231 | 12 | 13.2162 | -1.21622 |
232 | 16 | 17.2635 | -1.26345 |
233 | 9 | 12.4068 | -3.40677 |
234 | 17 | 14.0257 | 2.97434 |
235 | 9 | 11.5973 | -2.59732 |
236 | 14 | 15.6446 | -1.64456 |
237 | 17 | 14.8351 | 2.16489 |
238 | 13 | 14.0257 | -1.02566 |
239 | 11 | 16.454 | -5.45401 |
240 | 12 | 15.6446 | -3.64456 |
241 | 10 | 14.8351 | -4.83511 |
242 | 19 | 18.0729 | 0.927098 |
243 | 16 | 14.8351 | 1.16489 |
244 | 16 | 14.8351 | 1.16489 |
245 | 14 | 12.4068 | 1.59323 |
246 | 20 | 15.6446 | 4.35544 |
247 | 15 | 14.0257 | 0.974336 |
248 | 23 | 13.2162 | 9.78378 |
249 | 20 | 16.454 | 3.54599 |
250 | 16 | 14.8351 | 1.16489 |
251 | 14 | 12.4068 | 1.59323 |
252 | 17 | 14.0257 | 2.97434 |
253 | 11 | 14.0257 | -3.02566 |
254 | 13 | 14.0257 | -1.02566 |
255 | 17 | 14.8351 | 2.16489 |
256 | 15 | 14.8351 | 0.164888 |
257 | 21 | 17.2635 | 3.73655 |
258 | 18 | 17.2635 | 0.736545 |
259 | 15 | 12.4068 | 2.59323 |
260 | 8 | 16.454 | -8.45401 |
261 | 12 | 13.2162 | -1.21622 |
262 | 12 | 12.4068 | -0.406769 |
263 | 22 | 18.8823 | 3.11765 |
264 | 12 | 13.2162 | -1.21622 |
Goldfeld-Quandt test for Heteroskedasticity | |||
p-values | Alternative Hypothesis | ||
breakpoint index | greater | 2-sided | less |
5 | 0.959325 | 0.0813504 | 0.0406752 |
6 | 0.934565 | 0.130871 | 0.0654355 |
7 | 0.994852 | 0.0102951 | 0.00514757 |
8 | 0.994677 | 0.010646 | 0.00532299 |
9 | 0.995407 | 0.00918653 | 0.00459326 |
10 | 0.991526 | 0.0169482 | 0.00847412 |
11 | 0.990347 | 0.0193058 | 0.00965292 |
12 | 0.990575 | 0.0188492 | 0.0094246 |
13 | 0.984487 | 0.0310252 | 0.0155126 |
14 | 0.977288 | 0.0454232 | 0.0227116 |
15 | 0.968281 | 0.0634387 | 0.0317193 |
16 | 0.953108 | 0.0937845 | 0.0468923 |
17 | 0.933093 | 0.133813 | 0.0669067 |
18 | 0.90998 | 0.180041 | 0.0900203 |
19 | 0.916292 | 0.167416 | 0.083708 |
20 | 0.889295 | 0.221409 | 0.110705 |
21 | 0.866377 | 0.267245 | 0.133623 |
22 | 0.832892 | 0.334216 | 0.167108 |
23 | 0.797845 | 0.404311 | 0.202155 |
24 | 0.751526 | 0.496948 | 0.248474 |
25 | 0.702855 | 0.594291 | 0.297145 |
26 | 0.855947 | 0.288105 | 0.144053 |
27 | 0.825279 | 0.349443 | 0.174721 |
28 | 0.80775 | 0.3845 | 0.19225 |
29 | 0.777606 | 0.444789 | 0.222394 |
30 | 0.741593 | 0.516815 | 0.258407 |
31 | 0.747613 | 0.504775 | 0.252387 |
32 | 0.71991 | 0.560179 | 0.28009 |
33 | 0.688571 | 0.622857 | 0.311429 |
34 | 0.651483 | 0.697033 | 0.348517 |
35 | 0.60169 | 0.796619 | 0.39831 |
36 | 0.64463 | 0.710739 | 0.35537 |
37 | 0.72148 | 0.557041 | 0.27852 |
38 | 0.678045 | 0.643911 | 0.321955 |
39 | 0.640309 | 0.719381 | 0.359691 |
40 | 0.659956 | 0.680087 | 0.340044 |
41 | 0.671775 | 0.65645 | 0.328225 |
42 | 0.656784 | 0.686432 | 0.343216 |
43 | 0.683623 | 0.632753 | 0.316377 |
44 | 0.641375 | 0.717249 | 0.358625 |
45 | 0.603978 | 0.792044 | 0.396022 |
46 | 0.572008 | 0.855985 | 0.427992 |
47 | 0.581817 | 0.836366 | 0.418183 |
48 | 0.543105 | 0.91379 | 0.456895 |
49 | 0.588175 | 0.823651 | 0.411825 |
50 | 0.572271 | 0.855458 | 0.427729 |
51 | 0.541565 | 0.916869 | 0.458435 |
52 | 0.507573 | 0.984853 | 0.492427 |
53 | 0.53791 | 0.92418 | 0.46209 |
54 | 0.495409 | 0.990818 | 0.504591 |
55 | 0.500174 | 0.999652 | 0.499826 |
56 | 0.486833 | 0.973666 | 0.513167 |
57 | 0.454078 | 0.908156 | 0.545922 |
58 | 0.46674 | 0.93348 | 0.53326 |
59 | 0.506599 | 0.986803 | 0.493401 |
60 | 0.474018 | 0.948035 | 0.525982 |
61 | 0.510817 | 0.978366 | 0.489183 |
62 | 0.480528 | 0.961057 | 0.519472 |
63 | 0.478199 | 0.956398 | 0.521801 |
64 | 0.445507 | 0.891014 | 0.554493 |
65 | 0.408679 | 0.817358 | 0.591321 |
66 | 0.463603 | 0.927205 | 0.536397 |
67 | 0.457688 | 0.915376 | 0.542312 |
68 | 0.440237 | 0.880474 | 0.559763 |
69 | 0.404253 | 0.808505 | 0.595747 |
70 | 0.382107 | 0.764215 | 0.617893 |
71 | 0.345067 | 0.690135 | 0.654933 |
72 | 0.363151 | 0.726302 | 0.636849 |
73 | 0.329151 | 0.658302 | 0.670849 |
74 | 0.317154 | 0.634308 | 0.682846 |
75 | 0.310163 | 0.620325 | 0.689837 |
76 | 0.39239 | 0.78478 | 0.60761 |
77 | 0.373874 | 0.747747 | 0.626126 |
78 | 0.396114 | 0.792227 | 0.603886 |
79 | 0.361535 | 0.723071 | 0.638465 |
80 | 0.423989 | 0.847977 | 0.576011 |
81 | 0.394638 | 0.789276 | 0.605362 |
82 | 0.409017 | 0.818035 | 0.590983 |
83 | 0.372962 | 0.745923 | 0.627038 |
84 | 0.337877 | 0.675754 | 0.662123 |
85 | 0.304358 | 0.608716 | 0.695642 |
86 | 0.2743 | 0.5486 | 0.7257 |
87 | 0.247163 | 0.494326 | 0.752837 |
88 | 0.227435 | 0.454869 | 0.772565 |
89 | 0.284776 | 0.569551 | 0.715224 |
90 | 0.270853 | 0.541706 | 0.729147 |
91 | 0.248355 | 0.49671 | 0.751645 |
92 | 0.221545 | 0.44309 | 0.778455 |
93 | 0.208835 | 0.41767 | 0.791165 |
94 | 0.18809 | 0.376179 | 0.81191 |
95 | 0.165331 | 0.330662 | 0.834669 |
96 | 0.151612 | 0.303225 | 0.848388 |
97 | 0.141702 | 0.283405 | 0.858298 |
98 | 0.122095 | 0.24419 | 0.877905 |
99 | 0.11664 | 0.233281 | 0.88336 |
100 | 0.101456 | 0.202911 | 0.898544 |
101 | 0.0917889 | 0.183578 | 0.908211 |
102 | 0.0778699 | 0.15574 | 0.92213 |
103 | 0.0957757 | 0.191551 | 0.904224 |
104 | 0.108698 | 0.217395 | 0.891302 |
105 | 0.107731 | 0.215462 | 0.892269 |
106 | 0.0926104 | 0.185221 | 0.90739 |
107 | 0.104612 | 0.209223 | 0.895388 |
108 | 0.0917954 | 0.183591 | 0.908205 |
109 | 0.252392 | 0.504783 | 0.747608 |
110 | 0.233931 | 0.467862 | 0.766069 |
111 | 0.208551 | 0.417102 | 0.791449 |
112 | 0.209753 | 0.419507 | 0.790247 |
113 | 0.196164 | 0.392329 | 0.803836 |
114 | 0.182973 | 0.365946 | 0.817027 |
115 | 0.167715 | 0.33543 | 0.832285 |
116 | 0.148482 | 0.296963 | 0.851518 |
117 | 0.128913 | 0.257825 | 0.871087 |
118 | 0.152019 | 0.304037 | 0.847981 |
119 | 0.141036 | 0.282072 | 0.858964 |
120 | 0.122881 | 0.245763 | 0.877119 |
121 | 0.107445 | 0.214889 | 0.892555 |
122 | 0.0955343 | 0.191069 | 0.904466 |
123 | 0.119125 | 0.238249 | 0.880875 |
124 | 0.10631 | 0.212619 | 0.89369 |
125 | 0.10744 | 0.21488 | 0.89256 |
126 | 0.108374 | 0.216748 | 0.891626 |
127 | 0.094265 | 0.18853 | 0.905735 |
128 | 0.0849284 | 0.169857 | 0.915072 |
129 | 0.0726864 | 0.145373 | 0.927314 |
130 | 0.0736237 | 0.147247 | 0.926376 |
131 | 0.0773296 | 0.154659 | 0.92267 |
132 | 0.0739329 | 0.147866 | 0.926067 |
133 | 0.0724049 | 0.14481 | 0.927595 |
134 | 0.0612845 | 0.122569 | 0.938716 |
135 | 0.0583265 | 0.116653 | 0.941674 |
136 | 0.152544 | 0.305088 | 0.847456 |
137 | 0.134422 | 0.268843 | 0.865578 |
138 | 0.117143 | 0.234285 | 0.882857 |
139 | 0.10468 | 0.20936 | 0.89532 |
140 | 0.0968609 | 0.193722 | 0.903139 |
141 | 0.0929624 | 0.185925 | 0.907038 |
142 | 0.0886021 | 0.177204 | 0.911398 |
143 | 0.0776481 | 0.155296 | 0.922352 |
144 | 0.0659229 | 0.131846 | 0.934077 |
145 | 0.0558998 | 0.1118 | 0.9441 |
146 | 0.0467842 | 0.0935685 | 0.953216 |
147 | 0.0453245 | 0.090649 | 0.954675 |
148 | 0.0524098 | 0.10482 | 0.94759 |
149 | 0.0479145 | 0.095829 | 0.952085 |
150 | 0.0398576 | 0.0797153 | 0.960142 |
151 | 0.0408829 | 0.0817657 | 0.959117 |
152 | 0.0400512 | 0.0801025 | 0.959949 |
153 | 0.0400315 | 0.0800629 | 0.959969 |
154 | 0.0361368 | 0.0722735 | 0.963863 |
155 | 0.0434245 | 0.086849 | 0.956576 |
156 | 0.0367319 | 0.0734637 | 0.963268 |
157 | 0.0305998 | 0.0611997 | 0.9694 |
158 | 0.0268387 | 0.0536774 | 0.973161 |
159 | 0.0410891 | 0.0821783 | 0.958911 |
160 | 0.0430576 | 0.0861153 | 0.956942 |
161 | 0.0389395 | 0.077879 | 0.961061 |
162 | 0.110052 | 0.220104 | 0.889948 |
163 | 0.0950993 | 0.190199 | 0.904901 |
164 | 0.264382 | 0.528765 | 0.735618 |
165 | 0.243757 | 0.487514 | 0.756243 |
166 | 0.426211 | 0.852422 | 0.573789 |
167 | 0.397294 | 0.794588 | 0.602706 |
168 | 0.365695 | 0.73139 | 0.634305 |
169 | 0.339094 | 0.678188 | 0.660906 |
170 | 0.308227 | 0.616455 | 0.691773 |
171 | 0.351073 | 0.702146 | 0.648927 |
172 | 0.318258 | 0.636516 | 0.681742 |
173 | 0.404545 | 0.809091 | 0.595455 |
174 | 0.407283 | 0.814566 | 0.592717 |
175 | 0.381138 | 0.762276 | 0.618862 |
176 | 0.458842 | 0.917685 | 0.541158 |
177 | 0.431563 | 0.863127 | 0.568437 |
178 | 0.438539 | 0.877077 | 0.561461 |
179 | 0.412411 | 0.824822 | 0.587589 |
180 | 0.389803 | 0.779606 | 0.610197 |
181 | 0.376009 | 0.752019 | 0.623991 |
182 | 0.458182 | 0.916364 | 0.541818 |
183 | 0.430503 | 0.861006 | 0.569497 |
184 | 0.444398 | 0.888796 | 0.555602 |
185 | 0.408995 | 0.81799 | 0.591005 |
186 | 0.481487 | 0.962974 | 0.518513 |
187 | 0.445318 | 0.890635 | 0.554682 |
188 | 0.40835 | 0.8167 | 0.59165 |
189 | 0.371203 | 0.742406 | 0.628797 |
190 | 0.460882 | 0.921765 | 0.539118 |
191 | 0.459214 | 0.918427 | 0.540786 |
192 | 0.474067 | 0.948133 | 0.525933 |
193 | 0.464804 | 0.929607 | 0.535196 |
194 | 0.42576 | 0.851519 | 0.57424 |
195 | 0.397842 | 0.795685 | 0.602158 |
196 | 0.401635 | 0.803271 | 0.598365 |
197 | 0.522869 | 0.954263 | 0.477131 |
198 | 0.497664 | 0.995328 | 0.502336 |
199 | 0.45945 | 0.9189 | 0.54055 |
200 | 0.424883 | 0.849767 | 0.575117 |
201 | 0.386502 | 0.773003 | 0.613498 |
202 | 0.34823 | 0.69646 | 0.65177 |
203 | 0.311025 | 0.622051 | 0.688975 |
204 | 0.275177 | 0.550354 | 0.724823 |
205 | 0.249196 | 0.498392 | 0.750804 |
206 | 0.218189 | 0.436378 | 0.781811 |
207 | 0.193905 | 0.387809 | 0.806095 |
208 | 0.206504 | 0.413009 | 0.793496 |
209 | 0.17731 | 0.354619 | 0.82269 |
210 | 0.151606 | 0.303211 | 0.848394 |
211 | 0.128798 | 0.257597 | 0.871202 |
212 | 0.107824 | 0.215647 | 0.892176 |
213 | 0.0988676 | 0.197735 | 0.901132 |
214 | 0.111189 | 0.222379 | 0.888811 |
215 | 0.0942681 | 0.188536 | 0.905732 |
216 | 0.0777447 | 0.155489 | 0.922255 |
217 | 0.0631698 | 0.12634 | 0.93683 |
218 | 0.052194 | 0.104388 | 0.947806 |
219 | 0.0570622 | 0.114124 | 0.942938 |
220 | 0.0486367 | 0.0972733 | 0.951363 |
221 | 0.0564333 | 0.112867 | 0.943567 |
222 | 0.0448133 | 0.0896266 | 0.955187 |
223 | 0.0348752 | 0.0697504 | 0.965125 |
224 | 0.0369083 | 0.0738166 | 0.963092 |
225 | 0.0397832 | 0.0795663 | 0.960217 |
226 | 0.0330001 | 0.0660002 | 0.967 |
227 | 0.0279607 | 0.0559214 | 0.972039 |
228 | 0.027579 | 0.055158 | 0.972421 |
229 | 0.0403316 | 0.0806633 | 0.959668 |
230 | 0.0382315 | 0.076463 | 0.961769 |
231 | 0.0305554 | 0.0611109 | 0.969445 |
232 | 0.0241953 | 0.0483907 | 0.975805 |
233 | 0.0279306 | 0.0558611 | 0.972069 |
234 | 0.0257029 | 0.0514057 | 0.974297 |
235 | 0.0263903 | 0.0527806 | 0.97361 |
236 | 0.0215502 | 0.0431005 | 0.97845 |
237 | 0.017188 | 0.0343759 | 0.982812 |
238 | 0.0131192 | 0.0262384 | 0.986881 |
239 | 0.0298024 | 0.0596047 | 0.970198 |
240 | 0.0399382 | 0.0798764 | 0.960062 |
241 | 0.0834274 | 0.166855 | 0.916573 |
242 | 0.0624426 | 0.124885 | 0.937557 |
243 | 0.0455909 | 0.0911817 | 0.954409 |
244 | 0.0324149 | 0.0648298 | 0.967585 |
245 | 0.0226686 | 0.0453372 | 0.977331 |
246 | 0.0241877 | 0.0483754 | 0.975812 |
247 | 0.016059 | 0.032118 | 0.983941 |
248 | 0.224051 | 0.448102 | 0.775949 |
249 | 0.224121 | 0.448242 | 0.775879 |
250 | 0.174247 | 0.348494 | 0.825753 |
251 | 0.141996 | 0.283991 | 0.858004 |
252 | 0.145552 | 0.291103 | 0.854448 |
253 | 0.132969 | 0.265939 | 0.867031 |
254 | 0.0919327 | 0.183865 | 0.908067 |
255 | 0.0712727 | 0.142545 | 0.928727 |
256 | 0.0423124 | 0.0846248 | 0.957688 |
257 | 0.0498247 | 0.0996493 | 0.950175 |
258 | 0.0297859 | 0.0595717 | 0.970214 |
259 | 0.0307838 | 0.0615677 | 0.969216 |
Meta Analysis of Goldfeld-Quandt test for Heteroskedasticity | |||
Description | # significant tests | % significant tests | OK/NOK |
1% type I error level | 1 | 0.00392157 | OK |
5% type I error level | 15 | 0.0588235 | NOK |
10% type I error level | 55 | 0.215686 | NOK |